An overview of functionally graded additive manufacturing
By G. H. Loh, Eujin Pei, David Harrison, Mario D. Monzón. Additive Manufacturing, 2018
430 citations recorded by the source corpus.
Abstract Functionally Graded Additive Manufacturing (FGAM) is a layer-by-layer fabrication process that involves gradationally varying the material organisation within a component to achieve an intended function. FGAM establishes a radical shift from contour modelling to performance modelling by having the performance-driven functionality built directly into the material. FGAM can strategically control the density and porosity of the composition or can combine distinct materials to produce a seamless monolithic structure. This paper presents a state-of-art conceptual understanding of FGAM, covering an overview of current techniques that can enable the production of FGAM parts as well as identify current technological limitations and challenges. The possible strategies for overcoming those barriers are presented and recommendations on future design opportunities are discussed.
Subfields: Automotive Engineering, Building and Construction, Industrial and Manufacturing Engineering
View Paper: https://www.semanticscholar.org/paper/8cb533804612e0cbb29d61343bf37964007b82ce
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Citations in the corpus
- Additive manufacturing of functionally graded materials: A review (2019, methodology): “The processing techniques used to synthesize thin film/coating FGMs include gas-based methods and other methods [13].”
- Compatibility in microstructural optimization for additive manufacturing (2019, background): “In recent years, advances in additive manufacturing have made it possible to fabricate cellular materials whose mechanical properties are defined not only by their chemical composition, but also by their microscale topologies [1].”
- An overview of laser-based multiple metallic material additive manufacturing: from macro- to micro-scales (2020, background): “Loh et al [22] classified the volumetric gradients in those FGMs as one dimensional, two dimensional (2D) and 3D groups.”